the area of two similar triangles in the ratio 25:64 the ratio of corresponding sides?
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5:8 Is the answer.
ar(ABC)/ar(PQR) = (AB/PQ)²
[THE RATIO OF THE AREAS OF TWO SIMILAR TRAINGLES = THE SQUARE OF THE RATIO OF THEIR CORRESPONDING SIDES]
√25/64 = AB/PQ
AB/PQ = 5/8
= 5:8
ar(ABC)/ar(PQR) = (AB/PQ)²
[THE RATIO OF THE AREAS OF TWO SIMILAR TRAINGLES = THE SQUARE OF THE RATIO OF THEIR CORRESPONDING SIDES]
√25/64 = AB/PQ
AB/PQ = 5/8
= 5:8
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